WCIP Method Applied To Modeling an L-Notched Rectangular Metallic Ring FSS for Multiband Applications and its Equivalent Structure

Abstract A frequency selective surface (FSS) with a unit cell containing of an L-notched rectangular metallic ring pattern that can be adopted for dual polarization applications is proposed and analyzed using the wave concept iterative procedure (WCIP). The parametric study of the FSS provides three...

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Main Authors: Ibtissem Adoui, Mohammed Titaouine, Hassina Choutri, Raouia Saidi, Thayuan Rolim De Sousa, Alfredo Gomes Neto, Henri Baudrand
Format: Article
Language:English
Published: Sociedade Brasileira de Microondas e Optoeletrônica; Sociedade Brasileira de Eletromagnetismo
Series:Journal of Microwaves, Optoelectronics and Electromagnetic Applications
Subjects:
FSS
Online Access:http://www.scielo.br/scielo.php?script=sci_arttext&pid=S2179-10742018000400457&lng=en&tlng=en
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spelling doaj-1eb0395c36cf404b930bfa4652c915ee2020-11-25T01:35:45ZengSociedade Brasileira de Microondas e Optoeletrônica; Sociedade Brasileira de EletromagnetismoJournal of Microwaves, Optoelectronics and Electromagnetic Applications2179-107417445747610.1590/2179-10742018v17i41288S2179-10742018000400457WCIP Method Applied To Modeling an L-Notched Rectangular Metallic Ring FSS for Multiband Applications and its Equivalent StructureIbtissem AdouiMohammed TitaouineHassina ChoutriRaouia SaidiThayuan Rolim De SousaAlfredo Gomes NetoHenri BaudrandAbstract A frequency selective surface (FSS) with a unit cell containing of an L-notched rectangular metallic ring pattern that can be adopted for dual polarization applications is proposed and analyzed using the wave concept iterative procedure (WCIP). The parametric study of the FSS provides three FSS dimensions where their variation independently or simultaneously results in resonant frequencies tuning. They are the two dimensions of the L part of the FSS and its notch penetration and changing their values in the FSS allowed intervals gives rise to charts and equations based on polynomials determined by the use of least mean square method. Thus no need to software to determine the FSS resonant frequencies once the application is restricted to a specific FSS such as the L- notched rectangular metallic ring FSS for low cost FSS use. The presented synthesis approach is extended to the determination of the equivalent FSS structures based on non-coupled parallel metallic strips for the complex FSS structures of difficult comprehensive resonance sources. One FSS is manufactured and characterized. A good agreement is recorded when the WCIP results for the transmission coefficient are compared with the results of COMSOL Multiphysics software and measurement.http://www.scielo.br/scielo.php?script=sci_arttext&pid=S2179-10742018000400457&lng=en&tlng=enFSSWCIPmultibandequivalent circuitFSS synthesis approachcomplex FSS equivalent structure
collection DOAJ
language English
format Article
sources DOAJ
author Ibtissem Adoui
Mohammed Titaouine
Hassina Choutri
Raouia Saidi
Thayuan Rolim De Sousa
Alfredo Gomes Neto
Henri Baudrand
spellingShingle Ibtissem Adoui
Mohammed Titaouine
Hassina Choutri
Raouia Saidi
Thayuan Rolim De Sousa
Alfredo Gomes Neto
Henri Baudrand
WCIP Method Applied To Modeling an L-Notched Rectangular Metallic Ring FSS for Multiband Applications and its Equivalent Structure
Journal of Microwaves, Optoelectronics and Electromagnetic Applications
FSS
WCIP
multiband
equivalent circuit
FSS synthesis approach
complex FSS equivalent structure
author_facet Ibtissem Adoui
Mohammed Titaouine
Hassina Choutri
Raouia Saidi
Thayuan Rolim De Sousa
Alfredo Gomes Neto
Henri Baudrand
author_sort Ibtissem Adoui
title WCIP Method Applied To Modeling an L-Notched Rectangular Metallic Ring FSS for Multiband Applications and its Equivalent Structure
title_short WCIP Method Applied To Modeling an L-Notched Rectangular Metallic Ring FSS for Multiband Applications and its Equivalent Structure
title_full WCIP Method Applied To Modeling an L-Notched Rectangular Metallic Ring FSS for Multiband Applications and its Equivalent Structure
title_fullStr WCIP Method Applied To Modeling an L-Notched Rectangular Metallic Ring FSS for Multiband Applications and its Equivalent Structure
title_full_unstemmed WCIP Method Applied To Modeling an L-Notched Rectangular Metallic Ring FSS for Multiband Applications and its Equivalent Structure
title_sort wcip method applied to modeling an l-notched rectangular metallic ring fss for multiband applications and its equivalent structure
publisher Sociedade Brasileira de Microondas e Optoeletrônica; Sociedade Brasileira de Eletromagnetismo
series Journal of Microwaves, Optoelectronics and Electromagnetic Applications
issn 2179-1074
description Abstract A frequency selective surface (FSS) with a unit cell containing of an L-notched rectangular metallic ring pattern that can be adopted for dual polarization applications is proposed and analyzed using the wave concept iterative procedure (WCIP). The parametric study of the FSS provides three FSS dimensions where their variation independently or simultaneously results in resonant frequencies tuning. They are the two dimensions of the L part of the FSS and its notch penetration and changing their values in the FSS allowed intervals gives rise to charts and equations based on polynomials determined by the use of least mean square method. Thus no need to software to determine the FSS resonant frequencies once the application is restricted to a specific FSS such as the L- notched rectangular metallic ring FSS for low cost FSS use. The presented synthesis approach is extended to the determination of the equivalent FSS structures based on non-coupled parallel metallic strips for the complex FSS structures of difficult comprehensive resonance sources. One FSS is manufactured and characterized. A good agreement is recorded when the WCIP results for the transmission coefficient are compared with the results of COMSOL Multiphysics software and measurement.
topic FSS
WCIP
multiband
equivalent circuit
FSS synthesis approach
complex FSS equivalent structure
url http://www.scielo.br/scielo.php?script=sci_arttext&pid=S2179-10742018000400457&lng=en&tlng=en
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